tbh idk some people has said he escaped others say hes still in there but whatever it is he needs to make another album.
Answer:
1. $46,550
2. $405,000
3. $450,600
Explanation:
1. Computation of differential cost regarding the decision to buy the model 200
Differential cost = Cost of a new model 300 - Cost of a new model 200
Differential cost = $396,350 - $349,800
Differential cost = $46,550
So, the differential cost regarding decision to buy model 200 is $46,550.
2. Sunk costs are the costs which are already incurred by the entity in the past and which are not relevant to decision made today. In this case, sunk cost is the cost of the machine purchased seven years ago for $405,000.
3. Opportunity cost is the profit forgone by chosen alternative course of action. In this case, the Opportunity cost regarding the decision to invest in the model 200 machine is $450,600.
The net income is $32,961
<u>Explanation</u>:
To calculate the net income, we will classify the transaction into income and expenses, and compute the difference between their totals;
Income;
Merchandise inventory Sept. 1 = $ 7,740
Merchandise inventory Sept. 30 = $ 11,372
Sales = $ 50,575
Total = $ 69,687
Expenses;
Purchases = $ 33,114
Selling expenses = $ 677
Administrative expense = $ 665
Rent Revenue = $ 1,118
Interest expense = $ 1,152
Total = $ 36,726
Net income = Total income - Total expenses
= 69,687 - 36,716
= $ 32,961
Answer:
In general, beneficiaries are responsible for paying the following for a Medicare Prescription Drug Plan:
Monthly premiums
Annual deductible
Copayments or coinsurance
A small copayment for the rest of the calendar year after they reach a certain out-of-pocket amount
Explanation:
Answer:
The closest answer is option A,$7649
Explanation:
The net present value of the investment is the present value of annual cost savings minus the initial cost of investment.
present of cash flow=cash flow/(1+r)^n
r is the discount rate of 12%
n is the year the cash flow relates to ,for instance year zero for the initial investment
NPV=-$54,000+$16,000/(1+12%)^1+$16,000/(1+12%)^2+$16,000/(1+12%)^3+$16,000/(1+12%)^4+($16,000+$7,000)/(1+12%)^5=$ 7,648.41
note that the project gives $7,000 in salvage value in year 5
